Find the value of :254-634-96

Concept: To find the value of a given expression first we have to make the no. Inside the Square root equal for each term .Now, First we will make the no. Inside square root equal for each term.The first term is, 254 We can write it by using factors of 54,254=29 × 69 is perfect square of 3, so it will come out,=29×6=2 × 36=66Second term is,623Now,We will take 6 inside the root we get=23× 36=24=4 ×64 is the perfect square of 2 so it will come out.=26The third term is,=96Now,we can write it by using factor of 96=16×616 is a perfect square, so it comes out as 4.=46Now the equation will be,254-623-96=66-6-46=66-66=0Hence, the correct answer is option 2) 0.

Find the value of :254-634-96

Concept: To find the value of a given expression first we have to make the no. Inside the Square root equal for each term .Now, First we will make the no. Inside square root equal for each term.The first term is, 254 We can write it by using factors of 54,254=29 × 69 is perfect square of 3, so it will come out,=29×6=2 × 36=66Second term is,623Now,We will take 6 inside the root we get=23× 36=24=4 ×64 is the perfect square of 2 so it will come out.=26The third term is,=96Now,we can write it by using factor of 96=16×616 is a perfect square, so it comes out as 4.=46Now the equation will be,254-623-96=66-6-46=66-66=0Hence, the correct answer is option 2) 0.

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Find the value of :

$2 \sqrt{54} - 6 \sqrt{\frac{3}{4}} - \sqrt{96}$

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answer is B.

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Detailed Solution

Concept: To find the value of a given expression first we have to make the no. Inside the
Square root equal for each term .
Now, First we will make the no. Inside square root equal for each term.
The first term is,